Integration formula
If you remember back to the power rule for differentiation,
the derivative of
We can rearrange this to find the inverse, which gives our formula for integration:
We use
here because we don’t know what the constant term on the end was. This constant was removed during differentiation - we can’t know what it will be after we integrate.
: - Answer:
Find the integral of
Section titled “Find the integral of ”: - Answer:
Given that
Section titled “Given that and that , find ”:
TODO: finish and correct example